Hartland Road, Epping, Essex, CM16 4PH | Property for sale | Savills
248.05 sq m(2,670 sq ft)
Guide price £2,100,000

Hartland RoadEpping, Essex, CM16 4PH

    Key features

    • Excellent accommodation arranged over two floors
    • 0.36 acre plot with 68' frontage
    • Wonderful mature landscaped garden
    • First class location
    • Garage and parking for several cars

    An excellent detached house occupying 0.36 acre of mature grounds, perfectly situated for the High Street and tube station.

    About this property

    • This fine detached family house is situated in one of Epping's premier roads and occupies a wonderful mature plot of 0.36 acre with a frontage of 68'.

      The ground floor comprises an entrance hall leading to two reception rooms, guest cloakroom and the kitchen. The main living room leads to a large conservatory with lovely views over the garden. The kitchen/breakfast room offers a range of fitted cupboards and integrated appliances including an Aga. There is an inner hall with access to a utility room, doors to garage and sitting room.

      The first floor offers a main bedroom with dressing room and bathroom, four further bedrooms and two family bathrooms.

      The house is approached via a gravel driveway providing parking for several cars. There is a lawn with flowering borders and a variety of mature trees. The rear garden is beautifully landscaped with a lawn and numerous mature flower beds. There is a private pathway from the rear of the garden which leads to Hemnall Street and provides a short cut to the High Street.

      View payable Stamp Duty for this property

    An outstanding detached house situated in a premier location with 0.36 acre of wonderful grounds.

    David BloomfieldProperty agent

    Local information

    • Hartland Road is a highly regarded road and contains some of Epping's finest properties. The house is ideally located, being within 0.4 mile from the tube station and a few yards from the High Street.

    Additional information

    • EPC Rating = C
    • Tenure = Freehold